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# RS Aggarwal Class 6 Solutions Chapter-1 Number System

Last updated date: 05th Aug 2024
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Here you will find RS Aggarwal Solutions for Class 6 Maths Chapter 1 Number System with clear step-by-step explanations. These Math Number System Solutions are incredibly popular among Class 6 students since they help you do your homework and prepare for tests quickly. All problems and answers from Chapter 1 of the Rs Aggarwal Book for Class 6 Maths are available here for free. You'll also like Meritnation's Rs Aggarwal Solutions' ad-free experience. All of the RS Aggarwal Solutions for Class 6 Maths have been written by specialists and are guaranteed to be correct.

## Class 6 RS Aggarwal Chapter-1 Number System Solutions - Free PDF Download

### Number System

A number is a numerical value that may be used to count and measure various items. We can all add, subtract, divide, and multiply with the assistance of numbers. We will learn how to compare numbers, extend numbers, and identify the greatest and smallest numbers in this lesson.

Arithmetic values are numbers. The enormity of everything around us is conveyed through numbers.

### Comparing Numbers with Different Total Numbers of Digits

The number with the greatest number of digits is the biggest by magnitude, whereas the number with the fewest number is the smallest.

Consider the following numbers: 22, 123, 9, 345, and 3005. 3005 (4 digits) is the greatest number, while 9 is the smallest (only 1 digit).

When two numbers have the same total number of digits, they may be compared.

The greatest number is the one with the highest leftmost digit. If this digit is the same as the previous one, we move on to the next leftmost digit, and so on.

340, 347, 560, 280, 265 are some examples. The biggest number is 560 (the leftmost digit is 5) and the lowest is 265 (the leftmost digit is 5). (on comparing 265 and 280, 6 is less than 8).

### Ascending Order and Descending Order

Ascending order is a way of organizing integers in ascending order from lowest to biggest value. From left to right, the order is followed. Increasing order is another term for ascending order. A collection of natural numbers, for example, is arranged in ascending order as 1 <2<3 <4< 5 <6 <7 <8... and so on. The decreasing order is indicated by the less than sign (<). Descending order is the inverse of rising order, in which the numbers are organized in decreasing order of value.

### Number Line in Ascending Order

For children in Class 1, the notion of ascending order is introduced in elementary school. Students may readily learn the arrangement of numbers in increasing order with the aid of the number line.

Numbers from -5 to 5 are organized in ascending order in the above number lines. It asserts that numbers to the left of 0 are smaller than those to the right of 0. The value of numbers grows as we move from left to right on the number line.

### How Do You Arrange Numbers in Ascending Order

To sort the numbers in ascending order, we must first compare the values and then rank them ascendingly.

You may put other numbers here, such as:

• Integers

• Numbers that are negative

• Fractions

• Decimals

Integers are numbers that can be negative, positive, or zero, as you all know. They aren't, however, fractions.

Let's have a look at how to put positive numbers in ascending order:

• Comparing the number of digits in each number is the first step.

• The lowest number is the one with the smallest digits.

• The greatest number is the one with the most digits.

• If the numbers have the same amount of digits, compare the numbers' leftmost digits.

• In the same way, compare the numbers and sort them from least to largest.

### Descending Order

When a pattern of numbers has a decreasing value, the numbers are said to be in descending order in mathematics. It signifies that the numbers are ordered in ascending order from highest to lowest. We will study the definition of descending order, the symbol for decreasing order, and numerous solved instances in this post.

The information is considered to be in descending order if it is sorted from highest to lowest. For example, the numbers 10, 9, 8, 7, 6, 5, 4, 3, 2, 1 are in ascending order. In other terms, it is considered to be in descending order if the numbers are sorted from greatest to smallest.

In layman's terms, declining order is an arrangement that goes from highest to lowest. These ideas have to do with decimals, numbers, fractions, and money.

### Comparing Number

You compare numbers to see if they are bigger than, less than, or equal to each other.

For example, you might infer that 36 is bigger than 24 or that 24 is less than 36 when you compare 24 and 36.

Similarly, when greater integers such as 4005 and 4010 are compared, you may claim that 4010 is larger than 4005. This is due to the fact that the hundreds and thousands place numbers are the same as 4 and 0, but when you compare the tens and ones place numbers, you can see that 4010 is bigger than 4005.

### Shifting Digits

Shifting digits entails moving the digits to different locations in order to compare them.

Take, for example, the number 787. We can acquire a new number 778 by moving the digits to a different position, such as transferring the number 8 from the tens place to the one place. When we compare the old number 787 to the new number 778, we can see that the original number 787 is bigger.

In the same way, suppose we had the number 777. Because all of the digits in this number are the same, we can exchange them to other locations and still get the same number.

## FAQs on RS Aggarwal Class 6 Solutions Chapter-1 Number System

1. Why is Class 6 Chapter 1 so Important?

The Class 6 Chapter 1 Number System is of umpteen importance because it contributes to building the foundation to arithmetic skills. You learn about place value, face value. You also learn about the two types of numbering-methods and how they can be interconverted. You also deal with big numbers for the first time and learn how to subtract them, add them, multiply them, and divide them. You also learn about the roman system of numeration. All in all, you learn everything about numbers that'll help you in your higher classes.

2. Why Should You Refer to Class 6 Maths Rs Aggarwal Solutions Chapter 1 on Vedantu?

The Class 6 RS Aggarwal Solutions for Math Chapter 1 Number Systems is penned down by our master teachers. The solutions are formulated in a manner such that you'll find it very easy to understand. You'll understand the stepwise approach to the problems and do each problem more logically after thoroughly understanding it. Mathematics is all about strengthening your concepts and rigorous practice. We at Vedantu have strategically step-by-step solved solutions to important questions which will help you understand the topic in detail. Solving RS Aggarwal would help you get a hands-on experience of solving every type of question and will give you ample practice. If you get stuck in any problem, well then, Vedantu solutions are there to help you out! Keep solving questions and come up with flying colours!

3. What is the best way for me to study Chapter 1 of Class 6 Maths?

To study Chapter 1 Numbers System up to Class 6, you'll need to understand a number of topics as well as do some review. This list includes the following topics:

• Number patterns are common.

• Numbers in the Indian system.

• A numerical system that is universal.

• Estimation.

• The biggest and smallest numbers are compared.

• Knowing huge numbers up to a million.

Refer to RS Aggarwal of Chapter 1 of Class 6 Maths to learn these ideas and get help with your approaches. These are specifically designed to assist pupils in comprehending ideas.

4. Why do so many students appreciate RS Aggarwal's books?

The issue is that NCERT textbooks effectively explain ideas but do not include practice questions to help students gain confidence and experience in certain problem-solving areas. NCERT textbooks contain a restricted amount of problems to answer, but RS Aggarwal's books include a large variety of sums and exercises to choose from. RS Aggarwal's books contain amounts ranging from simple to moderate to difficult problems on all themes, allowing a learner to become skilled at all levels of the subject. In comparison to conventional NCERT textbooks, RS Aggarwal explains derivations and ideas in greater depth and complexity. Students may also use RS Aggarwal to obtain answers to their NCERT questions. These publications provide students not just example papers and practice problems, but also detailed explanations.

5. What is the significance of mathematics? What impact does it have on our daily lives?

You may have heard someone state that the arithmetic they learned in school (particularly algebra or Pythagoras' theorem) is worthless to them now that they are adults, and that this has made them ask, "Why were we taught maths is so important?"

Numeracy and arithmetic, on the other hand, are utilized significantly more frequently on a daily basis by everyone than we typically realize.

Although not always the angles of a triangle, there are some calculations that your brain will perform fast and without much effort, if you have some basic arithmetic abilities.

6. Why is practice important for maths?

Yes, it's vital to examine mathematical concepts, but repeatedly 'practicing' approaches is actually counterproductive. The most effective technique of reinforcing a new arithmetic concept is to use it in a variety of sit, most significant actions. We don't require kids to practice a particular technique again and again. The Class 6 Maths Chapter 1 produced by Vedantu specialists will assist students in revising all of the fundamentals of the Numbers system in preparation for their examinations. Practice on Chapter 1 Class 6 Maths is developed according to the NCERT curriculum so that students may thoroughly review all of the fundamentals of the Number System. The practice will be crucial before examinations since it covers all of the fundamental ideas of the number system in a concise and easy-to-understand manner. These Class 6 Maths Chapter 1 worksheets will help pupils review and revise all of the subjects so that they may do well on their board examinations.

7. Why do students need to consult RS Aggarwal's textbook?

Every high school student should read RS Aggarwal, which is one of the most significant reference books for high school students. This book covers many topics in-depth. It covers every facet of all of the mathematical topics in-depth, including both theory and problem-solving. Every high school student will benefit greatly from this book. Solving a majority of the book's questions can go a long way toward comprehending issues in-depth and in an easy-to-understand manner. As a result, as a high school student, you should absolutely look into RS Aggarwal. The years of high school are some of the most crucial in a student's academic career. It's the stage where you go from learning simple things to learning a lot more complicated stuff. RS Aggarwal's book is one of the most well-known, with an unending amount of issues.